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Filtering of Chirped Ultrasound Echo Signals with the Fractional Fourier Transform

机译:过滤啁啾超声回波信号与分数傅里叶变换

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The fractional Fourier transform represents a generalisation of the conventional Fourier transform. Previous work [2] has shoM'n that the application of the fractional Fourier transform to conventional, un-coded ultrasound signals has little advantage over conventional filtering techniques such as bandpass filtering. However, the fractional Fourier transform can be 'tuned' to be sensitive to signals of a particular chirp rate [4] and can achieve levels of pulse compression similar to those obtained using a matched filter. To this end a system was developed which could generate and transmit linear chirp coded ultrasound signals. The fractional Fourier transform was then used to process the signals received from a simple phantom arrangement. When the transform was used with the 'optimum' transform order corresponding to the chirp rate of the signals, the transform domain signals demonstrated a degree of pulse compression similar to that given by a matched filter. Results are also presented which demonstrate that a chirp signal identified in the fractional Fourier domain may be completely recovered in the time domain through the use of the inverse transform. Matched filtering was found to give a greater degree of pulse compression, but the fraction Fourier method can be applied without a-priori knowledge of the transmitted signal. Further work will be carried out to determine the best way of extracting useful information from the fractional domain signals.
机译:分数傅立叶变换表示传统的傅里叶变换的概括。以前的工作[2]的Shom'n是将分数傅里叶变换应用于传统的未编码的超声信号的应用与传统过滤技术(例如带通滤波)的优缺点很小。然而,分数傅里叶变换可以“调谐”对特定啁啾速率的信号敏感,并且可以实现与使用匹配滤波器获得的脉冲压缩的水平。为此,开发了一个系统,其可以产生和传输线性啁啾编码的超声信号。然后使用分数傅里叶变换来处理从简单的幻影布置接收的信号。当变换与对应于信号的啁啾速率对应的“最佳”变换顺序时,变换域信号显示了与匹配滤波器给出的脉冲压缩程度。还提出了结果,表明在分数傅里叶域中识别的啁啾信号可以通过使用逆变换在时域中完全恢复。发现匹配的滤波以提供更大程度的脉冲压缩,但是可以在没有先验的发送信号的情况下应用级分傅里叶方法。将执行进一步的工作以确定从分数域信号提取有用信息的最佳方式。

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